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Considering a Cadre Augmented Army - RAND Corporation

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-103- A Budgetary Analysis of <strong>Cadre</strong><br />

trading nine RC BCTs (9*$302 million) for three cadre BCTs (3*$216 million) would save<br />

about $2.0 billion per year.<br />

A.3—NUMBER OF UNITS PER DEPLOYED BCT<br />

The previous sections calculated the cost of a unit from each force. In order to<br />

examine force structure tradeoffs for rotation, we also need to know the number of units<br />

from each force that can support one unit deployed overseas. We call this the number of<br />

units per deployed BCT. 129 This calculation requires that we make an assumption about the<br />

rotation guidance and post-mobilization training time for each force. We define the number<br />

of units per deployed BCT for force i as B i . This parameter is calculated by dividing the sum<br />

of dwell time and mobilization length by the deployment length (mobilization length minus<br />

post-mobilization training) as shown below.<br />

B<br />

i<br />

hi + mi hi + mi<br />

= =<br />

d m − p<br />

i i i<br />

Under the assumptions about rotation guidance made in the body of this paper (see<br />

Table A.2), B 1 and B 3 are equal to three and B 2 is equal to nine as shown in Table A.5.<br />

____________<br />

129 Klerman (2008) calls this the number of units in the force per unit boots-on-the-ground. These terms are<br />

interchangeable [See Klerman (2008), Appendix A].

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